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Random walker algorithm
Known as:
Random Walker (computer vision)
The random walker algorithm is an algorithm for image segmentation. In the first description of the algorithm, a user interactively labels a small…
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6 relations
Graph (discrete mathematics)
List of algorithms
Precomputation
Voltage source
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Broader (1)
Image segmentation
Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2017
2017
Random Walker Coverage Analysis for Information Dissemination in Wireless Sensor Networks
Konstantinos Skiadopoulos
,
Konstantinos Giannakis
,
K. Oikonomou
2017
Corpus ID: 413912
The increasing technological progress in electronics provides network nodes with new and enhanced capabilities that allow the…
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2016
2016
RANDOM WALKS AND PERCOLATION : AN ANALYSIS OF CURRENT RESEARCH ON MODELING NATURAL PROCESSES
Aaron Zwiebach
2016
Corpus ID: 5706908
In this paper we will analyze research that has been recently done in the field of discrete mathematics, specifically relating to…
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2015
2015
Random walker image registration with inverse consistency
Lisa Tang
,
Shawn Andrews
,
G. Hamarneh
IEEE International Symposium on Biomedical…
2015
Corpus ID: 15688699
One important property of a registration solution is inverse consistency. While often overlooked, this property is critical in…
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2014
2014
Random walker image registration with cost aggregation
L. Tang
,
G. Hamarneh
IEEE International Symposium on Biomedical…
2014
Corpus ID: 17634704
Random walker image registration (RWIR) [1] has recently been shown to be a promising method for deformable registration. The…
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2010
2010
Rediscovery of an enigmatic Euro-Mediterranean Pliocene nassariid species: Nassarius crassiusculus Bellardi, 1882 (Gastropoda: Nassariidae)
G. Manganelli
,
V. Spadini
,
I. Martini
,
G. Manganelli
2010
Corpus ID: 86907900
Nassarius crassiusculus is an enigmatic Euro-Mediterranean Pliocene nassariid. Since its description, it had not been found until…
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2007
2007
Random Walks with Decreasing Steps
Kent E. Morrison
2007
Corpus ID: 18903426
We consider a one-dimensional random walk beginning at the origin and moving ± cn at time n. If ∑ cn < ∞ then with probability…
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2007
2007
The narrow escape problem revisited
O. Bénichou
,
R. Voituriez
2007
Corpus ID: 15844534
The time needed for a particle to exit a confining domain through a small window, called the narrow escape time (NET), is a…
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2005
2005
Untersuchungen zur Strukturbildung in P2P-Netzen durch "Random Walker"
M. Wulff
2005
Corpus ID: 43865401
1983
1983
Spiral self-avoiding walks
V. Privman
1983
Corpus ID: 123404790
Self-avoiding walks with a 'spiral' constraint, on the square lattice, are enumerated up to 40 steps. Numerical evidence suggests…
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1960
1960
Design of "Random Walker" for Monte-Carlo method, Part II (Electronic Device)
H. Hirai
,
Tatsuzo Mikami
1960
Corpus ID: 118453246